SAT Math Questions Index By Topic

Numbers & Operations

Integer Properties & Operations, Place Value

Answer: CMar 2005 / Sec. 5 / #1 --- basic factors
Answer: DJan 2006 / Sec. 2 / #1 --- scientific notation
Answer: AOct 2007 / Sec. 3 / #3 --- multiplying signed integers
Answer: EJan 2008 / Sec. 5 / #1 --- factors
Answer: 4000Jan 2008 / Sec. 5 / #9 --- place value comprehension
Answer: AJan 2009 / Sec. 8 / #1 --- multiplying signed integers
Answer: DMay 2009 / Sec. 8 / #1 --- integer rounding
Answer: EOct 2009 / Sec. 9 / #3 --- place value comprehension
Answer: AMay 2010 / Sec. 8 / #1 --- arithmetic operations with integers
Answer: EOct 2010 / Sec. 2 / #1 --- place value with powers of 10
Answer: CJan 2011 / Sec. 2 / #1 --- number rounding with number line
Answer: DMay 2011 / Sec. 6 / #4 --- sums of even and odd integers
Answer: DOct 2011 / Sec. 7 / #1 --- number rounding
Answer: BJan 2012 / Sec. 5 / #1 --- place value with powers of 10

Answer: DMar 2005 / Sec. 2 / #4 --- odds, evens in combination
Answer: AJan 2007 / Sec. 2 / #7 --- properties of negative numbers
Answer: CJan 2007 / Sec. 4 / #4 --- scientific notation
Answer: CJan 2007 / Sec. 7 / #6 --- consecutive odd integers
Answer: CJan 2008 / Sec. 9 / #8 --- multiples (with sets)
Answer: 11Oct 2008 / Sec. 7 / #9 --- factors, remainders
Answer: CMay 2012 / Sec. 3 / #2 --- differences of even and odd integers

Answer: AMar 2005 / Sec. 8 / #10 -- multiplying integers, exponents
Answer: 89Jan 2006 / Sec. 6 / #14 -- remainders
Answer: AJan 2006 / Sec. 9 / #10 -- primes, number line useful
Answer: CMay 2006 / Sec. 6 / #15 -- factors, products
Answer: BOct 2006 / Sec. 3 / #11 -- remainders
Answer: BMay 2007 / Sec. 7 / #12 -- positive and negative integers
Answer: EOct 2007 / Sec. 9 / #11 -- multiplying signed integers
Answer: AJan 2008 / Sec. 3 / #17 -- sums of odd integers
Answer: AMay 2008 / Sec. 2 / #9 --- subtraction of integers
Answer: BMay 2008 / Sec. 5 / #7 --- primes, multiples, percents
Answer: EMay 2008 / Sec. 8 / #14 -- place value (with reciprocals)
Answer: COct 2008 / Sec. 7 / #6 --- remainders
Answer: BOct 2008 / Sec. 9 / #7 --- multiplying odd integers
Answer: 245, 281, 425, or 821Jan 2009 / Sec. 2 / #10 -- sums of integers, factors
Answer: BJan 2009 / Sec. 4 / #9 --- sums of even, odd integers
Answer: CMay 2009 / Sec. 3 / #9 --- positive odd integers
Answer: EOct 2009 / Sec. 9 / #10 -- scientific notation
Answer: DMay 2010 / Sec. 8 / #10 -- place value with powers of 10
Answer: AOct 2010 / Sec. 6 / #6 --- multiplying signed numbers (number line)
Answer: CJan 2011 / Sec. 2 / #5 --- squares and multiples with logic
Answer: 4Jan 2011 / Sec. 2 / #13 -- remainders
Answer: AOct 2011 / Sec. 8 / #11 -- multiplying and dividing even integers
Answer: DJan 2012 / Sec. 3 / #6 --- multiples and primes
Answer: BJan 2012 / Sec. 8 / #13 -- counting even integers, "inclusive"
Answer: 231May 2012 / Sec. 3 / #11 -- products of prime numbers
Answer: 5<x<6May 2012 / Sec. 3 / #14 -- number line distances
Answer: AMay 2012 / Sec. 6 / #12 -- place value comprehension

Answer: 2491Oct 2005 / Sec. 6 / #17 -- prime numbers
Answer: 9Jan 2007 / Sec. 4 / #16 -- products and factors
Answer: AOct 2007 / Sec. 3 / #14 -- odds, evens in combination
Answer: 51, 118, or 185May 2008 / Sec. 5 / #15 -- multiples
Answer: DOct 2008 / Sec. 4 / #15 -- factors and multiples
Answer: CMay 2009 / Sec. 6 / #7 --- factors and divisibility
Answer: AOct 2009 / Sec. 4 / #8 --- prime numbers
Answer: BOct 2009 / Sec. 7 / #18 -- remainders
Answer: EJan 2010 / Sec. 3 / #17 -- prime numbers
Answer: AJan 2010 / Sec. 9 / #15 -- remainders
Answer: BJan 2011 / Sec. 8 / #10 -- place value comprehension with digits
Answer: DMay 2011 / Sec. 8 / #14 -- divisibility and consecutive integers

Answer: DJan 2008 / Sec. 9 / #15 -- sums, multiples of odd integers
Answer: EJan 2008 / Sec. 9 / #16 -- multiplying signed integers
Answer: 165May 2011 / Sec. 3 / #17 -- prime factors
Answer: 3600Oct 2011 / Sec. 3 / #18 -- factors of perfect square

Sequences

Answer: BOct 2005 / Sec. 6 / #1 --- arithmetic, determine term
Answer: CJan 2006 / Sec. 9 / #4 --- determine sequence rule
Answer: DJan 2007 / Sec. 2 / #1 --- determine term given sequence rule
Answer: DJan 2009 / Sec. 2 / #1 --- arithmetic, term differences
Answer: BOct 2011 / Sec. 8 / #1 --- determine term given sequence rule
Answer: CMay 2012 / Sec. 8 / #3 --- determine term given sequence rule

Answer: 200Mar 2005 / Sec. 2 / #10 -- geometric, determine term
Answer: CMay 2006 / Sec. 8 / #7 --- determine term given sequence rule
Answer: 5/4Oct 2007 / Sec. 6 / #10 -- geometric, determine term
Answer: AJan 2008 / Sec. 3 / #9 --- comparing arithmetic and geometric
Answer: AMay 2008 / Sec. 8 / #8 --- geometric, determine term
Answer: 128Oct 2008 / Sec. 7 / #11 -- arithmetic, determine index given term
Answer: DMay 2009 / Sec. 3 / #5 --- finding a term in a sequence
Answer: DOct 2009 / Sec. 4 / #5 --- arithmetic, determine term
Answer: BJan 2010 / Sec. 7 / #5 --- determine terms given sequence
Answer: DMay 2010 / Sec. 5 / #3 --- determine term given sequence rule
Answer: BOct 2010 / Sec. 8 / #6 --- implicit arithmetic, determine difference
Answer: 175May 2011 / Sec. 3 / #10 -- find sum of terms given sequence rule

Answer: 2035Jan 2006 / Sec. 6 / #12 -- arithmetic, determine index given term
Answer: EOct 2006 / Sec. 3 / #13 -- determine term given sequence rule
Answer: DJan 2008 / Sec. 5 / #6 --- determine term given sequence rule
Answer: CMay 2010 / Sec. 2 / #9 --- counting number of terms given rule
Answer: 8Oct 2010 / Sec. 6 / #15 -- determine term given sequence rule
Answer: CJan 2012 / Sec. 8 / #9 --- determine terms given sequence rule
Answer: BMay 2012 / Sec. 3 / #6 --- determine term given sequence rule

Answer: CMar 2005 / Sec. 8 / #13 -- geometric, term ratios
Answer: 117Oct 2006 / Sec. 7 / #14 -- arithmetic, determine term
Answer: 67May 2007 / Sec. 4 / #16 -- determine index given term
Answer: CMay 2007 / Sec. 7 / #15 -- geometric, determine terms
Answer: AOct 2008 / Sec. 9 / #13 -- geometric, determine general term
Answer: AMay 2009 / Sec. 8 / #11 -- determine terms given sequence rule
Answer: 61Jan 2011 / Sec. 2 / #18 -- determine term given sequence rule
Answer: EJan 2012 / Sec. 5 / #19 -- determine index given term w/exponents

Answer: EJan 2009 / Sec. 8 / #16 -- determine term given sequence rule
Answer: BMay 2010 / Sec. 2 / #17 -- arithmetic, determine sum (with algebra)
Answer: BJan 2011 / Sec. 5 / #19 -- find sum of terms given sequence rule
Answer: AOct 2011 / Sec. 7 / #19 -- determine term given sequence rule

Arithmetic Word Problems (Words Into Numbers)

Answer: 89Mar 2005 / Sec. 2 / #9 --- comparison with subtraction
Answer: DMar 2005 / Sec. 8 / #1 --- with fractions
Answer: EMay 2006 / Sec. 3 / #1 --- conversion of units
Answer: EOct 2006 / Sec. 3 / #2 --- comparison with multiplication
Answer: COct 2007 / Sec. 9 / #1 --- conversion of units with division
Answer: CMay 2008 / Sec. 2 / #2 --- dollar cost per unit
Answer: AOct 2008 / Sec. 4 / #2 --- rounding
Answer: AOct 2008 / Sec. 9 / #3 --- fractions
Answer: EMay 2009 / Sec. 3 / #2 --- with proportions
Answer: 21Oct 2009 / Sec. 4 / #9 --- dollar cost per unit
Answer: 15/2 or 7.5Jan 2010 / Sec. 7 / #9 --- with proportions
Answer: DMay 2011 / Sec. 3 / #2 --- multiplication with comparison
Answer: 20May 2012 / Sec. 3 / #9 --- subtraction with multiplying fractions

Answer: 108Oct 2005 / Sec. 6 / #9 --- rate X time = total
Answer: 1/5Oct 2006 / Sec. 7 / #10 -- rounding
Answer: BJan 2008 / Sec. 9 / #1 --- increase and decrease
Answer: BJan 2010 / Sec. 3 / #4 --- subtracting mixed fractions
Answer: 7.80May 2010 / Sec. 5 / #9 --- rate of pay
Answer: 4000Oct 2011 / Sec. 3 / #9 --- calculate cost with fractions
Answer: BJan 2012 / Sec. 8 / #7 --- with fractions and percents

Answer: COct 2005 / Sec. 8 / #10 -- multiplying fractions
Answer: AMay 2006 / Sec. 6 / #10 -- multiples of integers
Answer: 6Oct 2006 / Sec. 7 / #13 -- multiples of integers
Answer: DMay 2007 / Sec. 2 / #13 -- with fractions and percents
Answer: EOct 2009 / Sec. 7 / #15 -- with fractions and proportions
Answer: DJan 2010 / Sec. 9 / #13 -- sequential counting
Answer: AMay 2010 / Sec. 8 / #11 -- with fractions
Answer: COct 2010 / Sec. 2 / #11 -- multiplying with fractions
Answer: DJan 2011 / Sec. 5 / #11 -- overlap of geometrical figures
Answer: AMay 2011 / Sec. 8 / #12 -- with absolute value
Answer: AJan 2012 / Sec. 5 / #10 -- with fractions

Answer: BMay 2006 / Sec. 6 / #12 -- minutes and hours
Answer: 100May 2007 / Sec. 4 / #17 -- multiples of integers
Answer: 2200Oct 2008 / Sec. 7 / #17 -- comparison with multiplication
Answer: 1/9 or .111Jan 2010 / Sec. 7 / #18 -- with positive integers
Answer: 1080Jan 2011 / Sec. 2 / #16 -- with fractions

Fractions, Percents, Ratios, Rates, Proportions

Answer: AMar 2005 / Sec. 2 / #3 --- average speed
Answer: COct 2005 / Sec. 8 / #1 --- ratios and proportions
Answer: 12Jan 2006 / Sec. 6 / #9 --- fractions
Answer: AJan 2007 / Sec. 2 / #2 --- rates
Answer: EJan 2007 / Sec. 4 / #2 --- decimals, scientific notation
Answer: BJan 2007 / Sec. 7 / #1 --- fractions
Answer: 93/2May 2007 / Sec. 4 / #9 --- ratios and proportions
Answer: DOct 2007 / Sec. 9 / #6 --- proportions
Answer: 21/2May 2008 / Sec. 5 / #9 --- rates and proportions
Answer: CMay 2008 / Sec. 8 / #1 --- determining number line intervals
Answer: EJan 2009 / Sec. 4 / #2 --- decimals and rounding
Answer: CJan 2009 / Sec. 4 / #4 --- combined rates
Answer: EJan 2009 / Sec. 4 / #5 --- midpoints of intervals
Answer: AOct 2011 / Sec. 7 / #2 --- rates and fractions
Answer: CMay 2012 / Sec. 6 / #1 --- multiplying and dividing fractions

Answer: AOct 2005 / Sec. 2 / #8 --- comparing percent decreases
Answer: COct 2005 / Sec. 8 / #5 --- determining number line intervals
Answer: AJan 2006 / Sec. 2 / #7 --- ratios
Answer: AMay 2007 / Sec. 7 / #4 --- fractions (reducing)
Answer: EJan 2008 / Sec. 3 / #5 --- ratios
Answer: CJan 2008 / Sec. 9 / #6 --- ratios (with percents)
Answer: BMay 2008 / Sec. 2 / #11 -- percents
Answer: EOct 2008 / Sec. 7 / #2 --- percents
Answer: 5/2May 2009 / Sec. 6 / #10 -- proportions
Answer: DOct 2010 / Sec. 2 / #5 --- proportions
Answer: BMay 2011 / Sec. 3 / #4 --- fractions and number line
Answer: 81Jan 2012 / Sec. 3 / #9 --- ratios

Answer: 3Mar 2005 / Sec. 2 / #12 -- ratios
Answer: COct 2005 / Sec. 2 / #11 -- ratios with algebra
Answer: BOct 2005 / Sec. 8 / #13 -- proportions, with counting
Answer: 5May 2006 / Sec. 3 / #14 -- ratios
Answer: DMay 2006 / Sec. 6 / #7 --- percents with algebra
Answer: DOct 2006 / Sec. 3 / #9 --- determining number line intervals
Answer: AJan 2007 / Sec. 4 / #6 --- proportions (with slopes of lines)
Answer: AMay 2007 / Sec. 2 / #15 -- percents and multiplication
Answer: 6, 9, or 12Oct 2007 / Sec. 6 / #15 -- fractions: with algebra
Answer: EOct 2008 / Sec. 4 / #10 -- multiplying fractions (number lines)
Answer: AJan 2009 / Sec. 8 / #9 --- fractions
Answer: CMay 2009 / Sec. 3 / #12 -- multiplying fractions (number lines)
Answer: 832May 2009 / Sec. 6 / #14 -- forward and reverse percents
Answer: DOct 2009 / Sec. 9 / #8 --- percents with algebra
Answer: DJan 2010 / Sec. 9 / #10 -- percent increase
Answer: BMay 2010 / Sec. 2 / #7 --- percents (fraction equivalence)
Answer: DOct 2010 / Sec. 6 / #4 --- proportions with conversions
Answer: CJan 2011 / Sec. 5 / #13 -- comparing rates, unit conversion
Answer: DJan 2011 / Sec. 8 / #8 --- percent increase
Answer: 3500May 2011 / Sec. 3 / #13 -- proportions
Answer: AMay 2012 / Sec. 8 / #11 -- proportions

Answer: EMar 2005 / Sec. 5 / #14 -- multiplying fractions (number lines)
Answer: BMar 2005 / Sec. 5 / #18 -- percents with algebra
Answer: 5/2May 2006 / Sec. 3 / #16 -- determining number line intervals
Answer: BOct 2006 / Sec. 8 / #12 -- adding signed fractions and number lines
Answer: DJan 2009 / Sec. 4 / #14 -- percents with geometry
Answer: BMay 2009 / Sec. 3 / #17 -- ratios and algebra
Answer: AOct 2009 / Sec. 7 / #19 -- combined rates
Answer: BMay 2010 / Sec. 5 / #7 --- fractions and number line
Answer: COct 2010 / Sec. 8 / #14 -- fractions and positive integers
Answer: BMay 2011 / Sec. 6 / #17 -- combined percents with algebra
Answer: EJan 2012 / Sec. 8 / #11 -- ratios of lengths of line segments

Answer: EOct 2006 / Sec. 8 / #15 -- percents with geometry
Answer: 80/3Jan 2008 / Sec. 5 / #18 -- combined rates (harmonic mean)
Answer: DJan 2009 / Sec. 8 / #15 -- decimal representation of fractions

Counting Problems, Combinations, Logic, Sets

Answer: COct 2006 / Sec. 3 / #5 --- sets (Venn diagram, percents)
Answer: BOct 2006 / Sec. 8 / #5 --- logic (youngest/oldest)
Answer: BMay 2007 / Sec. 4 / #4 --- counting patterns
Answer: COct 2008 / Sec. 4 / #3 --- logic (who sees what color hat)
Answer: BJan 2009 / Sec. 4 / #7 --- set intersections (Venn logic)
Answer: DOct 2009 / Sec. 7 / #1 --- counting combinations
Answer: DMay 2010 / Sec. 2 / #2 --- logic (true/false)
Answer: AJan 2011 / Sec. 5 / #2 --- three-circle Venn logic
Answer: CMay 2011 / Sec. 8 / #1 --- counting with logic

Answer: EMar 2005 / Sec. 5 / #3 --- logic (spatial)
Answer: AOct 2005 / Sec. 6 / #4 --- logic (if A then B and converse)
Answer: EOct 2007 / Sec. 6 / #3 --- logic (with even integers)
Answer: DJan 2008 / Sec. 3 / #8 --- counting and place value
Answer: CMay 2009 / Sec. 6 / #3 --- counting with sequences
Answer: 1319May 2009 / Sec. 6 / #11 -- Venn diagrams
Answer: DOct 2011 / Sec. 7 / #6 --- elements of sets with algebra
Answer: BJan 2012 / Sec. 5 / #9 --- logic (negating true statements)
Answer: AMay 2012 / Sec. 6 / #8 --- counting combinations

Answer: 11Oct 2005 / Sec. 6 / #14 -- set intersections
Answer: CJan 2006 / Sec. 2 / #9 --- set intersections (subsets)
Answer: DMay 2006 / Sec. 6 / #14 -- set intersections (Venn logic)
Answer: DMay 2006 / Sec. 8 / #10 -- logic (with even integers)
Answer: CJan 2007 / Sec. 2 / #13 -- logic (with Venn diagram)
Answer: 8Jan 2007 / Sec. 4 / #15 -- counting
Answer: DMay 2007 / Sec. 2 / #12 -- sets (with Venn diagrams)
Answer: BOct 2007 / Sec. 3 / #18 -- counting patterns
Answer: COct 2007 / Sec. 6 / #7 --- counting patterns
Answer: CJan 2008 / Sec. 3 / #11 -- logic (negating true statements)
Answer: DMay 2008 / Sec. 8 / #10 -- counting combinations
Answer: COct 2008 / Sec. 4 / #12 -- counting combinations
Answer: BMay 2009 / Sec. 3 / #10 -- counting combinations
Answer: BMay 2009 / Sec. 8 / #12 -- logic word problem
Answer: AOct 2009 / Sec. 7 / #10 -- logic (with 2x2 table)
Answer: DJan 2010 / Sec. 3 / #12 -- counting map paths
Answer: COct 2010 / Sec. 2 / #16 -- Venn logic (no diagram)
Answer: 24Oct 2010 / Sec. 6 / #14 -- counting arrangements
Answer: BJan 2011 / Sec. 8 / #7 --- counting combinations
Answer: CMay 2011 / Sec. 6 / #11 -- counting integers
Answer: CMay 2011 / Sec. 8 / #10 -- sets (with Venn diagram)
Answer: BOct 2011 / Sec. 8 / #8 --- counting arrangements

Answer: AMar 2005 / Sec. 5 / #17 -- set intersections, primes
Answer: AJan 2006 / Sec. 6 / #8 --- logic (with table)
Answer: CJan 2006 / Sec. 9 / #14 -- counting patterns
Answer: BOct 2006 / Sec. 8 / #14 -- counting patterns
Answer: BJan 2007 / Sec. 4 / #8 --- counting combinations
Answer: EMay 2007 / Sec. 7 / #13 -- counting combinations
Answer: BOct 2007 / Sec. 9 / #13 -- set intersections (Venn logic)
Answer: 101Jan 2008 / Sec. 5 / #14 -- counting patterns
Answer: AMay 2008 / Sec. 2 / #20 -- set intersections (Venn logic)
Answer: 4May 2008 / Sec. 5 / #16 -- counting and logic
Answer: CJan 2009 / Sec. 2 / #8 --- counting combinations
Answer: 4000Jan 2009 / Sec. 2 / #17 -- set intersections and reasoning
Answer: 4May 2010 / Sec. 5 / #14 -- counting combinations
Answer: COct 2010 / Sec. 8 / #10 -- counting patterns
Answer: DOct 2011 / Sec. 7 / #17 -- counting patterns
Answer: CJan 2012 / Sec. 3 / #8 --- counting arrangements
Answer: CMay 2012 / Sec. 8 / #12 -- logic statement negation

Answer: AOct 2005 / Sec. 2 / #20 -- counting (with place value)
Answer: 10May 2006 / Sec. 3 / #18 -- counting integers
Answer: EJan 2007 / Sec. 7 / #16 -- counting (with logic)
Answer: 666Oct 2009 / Sec. 4 / #17 -- counting multiples of an integer
Answer: CJan 2010 / Sec. 3 / #19 -- set intersections (Venn logic)
Answer: 8521May 2010 / Sec. 5 / #18 -- determine number given rules
Answer: 8Jan 2012 / Sec. 3 / #18 -- logic w/ integers and number line
Answer: DMay 2012 / Sec. 6 / #20 -- counting (with logic)

Algebra & Functions

Simplifying and/or Solving Algebraic Expressions

Answer: BMar 2005 / Sec. 2 / #1 --- expression simplification
Answer: EMar 2005 / Sec. 5 / #2 --- simultaneous equations
Answer: COct 2005 / Sec. 2 / #1 --- solving with words into algebra
Answer: EOct 2005 / Sec. 6 / #2 --- solving with exponents
Answer: AOct 2005 / Sec. 8 / #2 --- expression simplification
Answer: DJan 2006 / Sec. 2 / #3 --- solutions of diophantine eqns.
Answer: AJan 2006 / Sec. 6 / #1 --- solve for x and/or expression
Answer: AJan 2006 / Sec. 9 / #1 --- solving with fractions
Answer: DMay 2006 / Sec. 8 / #1 --- solutions of diophantine eqns.
Answer: AOct 2006 / Sec. 3 / #1 --- forward evaluation and comparison
Answer: 9Oct 2006 / Sec. 7 / #9 --- solving with radicals
Answer: BJan 2007 / Sec. 4 / #1 --- solve for x and/or expression
Answer: AMay 2007 / Sec. 2 / #1 --- simultaneous equations
Answer: EOct 2007 / Sec. 3 / #1 --- simultaneous equations
Answer: BOct 2007 / Sec. 6 / #1 --- solve for x and/or expression
Answer: AJan 2008 / Sec. 3 / #1 --- simultaneous equations
Answer: AOct 2008 / Sec. 7 / #1 --- simultaneous equations
Answer: BOct 2008 / Sec. 9 / #1 --- solving with exponents
Answer: CMay 2009 / Sec. 3 / #1 --- solve for x and/or expression
Answer: 5 or 13May 2009 / Sec. 6 / #9 --- simultaneous equations
Answer: COct 2009 / Sec. 4 / #1 --- expression simplification
Answer: COct 2009 / Sec. 7 / #2 --- solving expressions with radicals
Answer: CJan 2010 / Sec. 3 / #1 --- expression simplification
Answer: BOct 2010 / Sec. 6 / #1 --- expression simplification
Answer: CJan 2011 / Sec. 5 / #1 --- solve for expression
Answer: EOct 2011 / Sec. 7 / #3 --- solve to find unknown constant
Answer: COct 2011 / Sec. 8 / #2 --- solve for expression
Answer: BJan 2012 / Sec. 3 / #2 --- set up expression: times, decreased
Answer: CJan 2012 / Sec. 5 / #2 --- solve for expression
Answer: BMay 2012 / Sec. 8 / #1 --- solve for expression
Answer: BMay 2012 / Sec. 8 / #6 --- solve for expression with radical

Answer: EMar 2005 / Sec. 5 / #9 --- zeros of polynomials
Answer: 24Oct 2005 / Sec. 6 / #12 -- simultaneous equations with fractions
Answer: 2Jan 2006 / Sec. 6 / #10 -- solve to find unknown constant
Answer: AJan 2006 / Sec. 9 / #6 --- expression rearrangement
Answer: AMay 2006 / Sec. 3 / #3 --- solving for integer solutions
Answer: BMay 2006 / Sec. 6 / #6 --- solve for x and/or expression
Answer: CMay 2006 / Sec. 8 / #3 --- solve to find unknown constant
Answer: DOct 2006 / Sec. 3 / #7 --- solve for x and/or expression
Answer: DOct 2006 / Sec. 7 / #4 --- expression simplification
Answer: DJan 2007 / Sec. 2 / #9 --- solving with exponents
Answer: BMay 2007 / Sec. 2 / #6 --- solve for x and/or expression
Answer: CMay 2007 / Sec. 7 / #5 --- solving with exponents and radicals
Answer: 1/2Oct 2007 / Sec. 6 / #9 --- solve for x and/or expression
Answer: EJan 2008 / Sec. 3 / #7 --- solve for x with fractions
Answer: DJan 2008 / Sec. 9 / #4 --- solve for x and/or expression
Answer: DMay 2008 / Sec. 2 / #7 --- solve for x and/or expression
Answer: 5/2Jan 2009 / Sec. 2 / #9 --- solve for x and/or expression
Answer: EMay 2009 / Sec. 6 / #2 --- expression simplification
Answer: EMay 2009 / Sec. 8 / #4 --- algebraic substitution
Answer: CMay 2009 / Sec. 8 / #8 --- expression simplification
Answer: BOct 2009 / Sec. 4 / #3 --- solve for x and/or expression
Answer: CJan 2010 / Sec. 7 / #2 --- simplify with fractions
Answer: 8Jan 2010 / Sec. 7 / #10 -- solve for expression
Answer: BMay 2010 / Sec. 2 / #3 --- solve for x and/or expression
Answer: CMay 2010 / Sec. 5 / #5 --- solving equation for integer solutions
Answer: AOct 2010 / Sec. 2 / #6 --- solve for expression
Answer: EOct 2010 / Sec. 8 / #4 --- expression evaluation with radicals
Answer: AJan 2011 / Sec. 5 / #5 --- solutions of diophantine eqns.
Answer: AJan 2011 / Sec. 8 / #6 --- solve for expression
Answer: BMay 2011 / Sec. 6 / #6 --- solve for expression: simultaneous eqns.
Answer: AMay 2011 / Sec. 8 / #2 --- solve for expression: simultaneous eqns.
Answer: AMay 2011 / Sec. 8 / #6 --- find equivalent expression
Answer: 402Oct 2011 / Sec. 3 / #10 -- simultaneous equations
Answer: EOct 2011 / Sec. 7 / #8 --- solve for expression with exponents
Answer: EOct 2011 / Sec. 8 / #5 --- expression simplification
Answer: 7/4 or 1.75Jan 2012 / Sec. 3 / #10 -- solve for expression with fractions
Answer: AJan 2012 / Sec. 8 / #1 --- expression rearrangement
Answer: AJan 2012 / Sec. 8 / #5 --- value of expression with fractions
Answer: CMay 2012 / Sec. 6 / #6 --- solve for expression, "for all values"

Answer: 12Mar 2005 / Sec. 2 / #13 -- simultaneous equations
Answer: EMar 2005 / Sec. 8 / #8 --- solve for expression
Answer: BOct 2005 / Sec. 2 / #15 -- solve for expression, integer solns.
Answer: 300Oct 2005 / Sec. 6 / #13 -- simultaneous equations
Answer: EJan 2006 / Sec. 2 / #11 -- solve for x with fractions
Answer: EJan 2006 / Sec. 2 / #13 -- simultaneous equations
Answer: EJan 2006 / Sec. 9 / #8 --- expression rearrangement, trinomial
Answer: BMay 2006 / Sec. 3 / #5 --- solve for expression
Answer: 30May 2006 / Sec. 3 / #11 -- solve for x, trinomial
Answer: CMay 2006 / Sec. 8 / #12 -- expression simplification and solns.
Answer: EOct 2006 / Sec. 3 / #14 -- solve for expression, diff. of squares
Answer: AOct 2006 / Sec. 3 / #16 -- expression rearrangement
Answer: BOct 2006 / Sec. 8 / #10 -- solve "in terms of"
Answer: DJan 2007 / Sec. 2 / #16 -- solve for expression, integer solns.
Answer: CJan 2007 / Sec. 7 / #10 -- simultaneous equations, trinomials
Answer: EMay 2007 / Sec. 4 / #6 --- inversely and directly proportion
Answer: EMay 2007 / Sec. 7 / #11 -- solve to find unknown constant
Answer: EOct 2007 / Sec. 3 / #9 --- solve for expression
Answer: BOct 2007 / Sec. 3 / #15 -- find expression with words into algebra
Answer: CJan 2008 / Sec. 5 / #5 --- simultaneous equations
Answer: BMay 2008 / Sec. 5 / #5 --- solve for expression
Answer: DMay 2008 / Sec. 8 / #9 --- solve for expression, diff. of squares
Answer: EOct 2008 / Sec. 7 / #5 --- solve for expression, ratios
Answer: 16/5Oct 2008 / Sec. 7 / #12 -- solve for expression
Answer: AJan 2009 / Sec. 4 / #8 --- solve for expression
Answer: AJan 2009 / Sec. 4 / #11 -- solve for expression, fractions
Answer: EJan 2009 / Sec. 8 / #11 -- solve for expression, trinomial
Answer: EMay 2009 / Sec. 3 / #15 -- squaring polynomials
Answer: 27/8May 2009 / Sec. 6 / #12 -- algebraic manipulation with exponents
Answer: DOct 2009 / Sec. 7 / #16 -- comparing expressions
Answer: BOct 2009 / Sec. 9 / #6 --- solving with exponents
Answer: EJan 2010 / Sec. 3 / #9 --- expression value with integer solutions
Answer: EJan 2010 / Sec. 9 / #12 -- solve for expression "in terms of"
Answer: AMay 2010 / Sec. 8 / #8 --- simultaneous equations, solve
Answer: 5/3 or 1.66Oct 2010 / Sec. 6 / #10 -- solve for x and/or expression
Answer: EOct 2010 / Sec. 8 / #7 --- simultaneous equations with substitution
Answer: 4Jan 2011 / Sec. 2 / #15 -- simultaneous equations
Answer: EJan 2011 / Sec. 5 / #10 -- solve to find unknown constant
Answer: DJan 2011 / Sec. 5 / #15 -- find ratio expression closest in value
Answer: CMay 2011 / Sec. 3 / #6 --- solve for expression, fractions
Answer: 4.5 or 9/2May 2011 / Sec. 3 / #15 -- solve for expression
Answer: BJan 2012 / Sec. 3 / #5 --- simultaneous equations with triangle
Answer: AJan 2012 / Sec. 3 / #7 --- expression rearrangement
Answer: 150Jan 2012 / Sec. 3 / #15 -- simultaneous equations
Answer: BMay 2012 / Sec. 3 / #8 --- solve for expression, "in terms of"
Answer: EMay 2012 / Sec. 6 / #16 -- solutions of diophantine equations
Answer: DMay 2012 / Sec. 8 / #9 --- expression values with "increase by"

Answer: AOct 2005 / Sec. 6 / #6 --- find equivalent expressions
Answer: 1/15Jan 2007 / Sec. 4 / #12 -- solve for expression, ratios
Answer: BJan 2008 / Sec. 9 / #12 -- find number line intervals w/algebra
Answer: EMay 2008 / Sec. 2 / #16 -- solve for expression, radicals
Answer: BJan 2010 / Sec. 9 / #14 -- solve for expression: simultaneous eqns.
Answer: EMay 2010 / Sec. 2 / #16 -- solve for x, rational expression
Answer: EMay 2010 / Sec. 5 / #8 --- simult. equations with integer solutions
Answer: AJan 2011 / Sec. 2 / #8 --- expression evaluation with "real number"
Answer: DJan 2011 / Sec. 8 / #16 -- simultaneous equations, find ratio
Answer: BOct 2011 / Sec. 3 / #8 --- simplification with value estimation
Answer: EOct 2011 / Sec. 7 / #18 -- solve for expression w/ diff. of squares
Answer: AJan 2012 / Sec. 5 / #18 -- direct proportion w/ simultanous eqns.
Answer: BMay 2012 / Sec. 6 / #18 -- solving simultaneous equations

Answer: BMay 2007 / Sec. 4 / #8 --- comparing trinomial expressions
Answer: AOct 2007 / Sec. 9 / #16 -- simultaneous equations
Answer: AMay 2008 / Sec. 8 / #16 -- simultaneous equations, "in terms of"
Answer: DJan 2009 / Sec. 4 / #19 -- limits of algebraic expressions
Answer: DOct 2010 / Sec. 2 / #20 -- solve for expression, trinomial
Answer: EMay 2011 / Sec. 6 / #20 -- rational expressions, "least value"

Algebraic Word Problems (Words Into Algebra)

Answer: COct 2005 / Sec. 2 / #2 --- set up and solve: division by integers
Answer: BOct 2005 / Sec. 8 / #3 --- set up and solve: with fractions
Answer: BJan 2006 / Sec. 2 / #2 --- set up expression: arithmetic
Answer: CJan 2006 / Sec. 6 / #2 --- set up and solve: with fractions
Answer: DJan 2006 / Sec. 9 / #3 --- set up and solve: with fractions
Answer: DMay 2007 / Sec. 4 / #3 --- set up expression: one-time fee and rate
Answer: CMay 2007 / Sec. 7 / #1 --- set up and solve: with fractions
Answer: BOct 2007 / Sec. 3 / #2 --- set up expression: combined income rates
Answer: DJan 2008 / Sec. 3 / #2 --- set up expression: one-time fee and rate
Answer: EJan 2008 / Sec. 5 / #2 --- set up expression: combined costs / unit
Answer: BMay 2008 / Sec. 2 / #3 --- set up expression: more, product
Answer: DMay 2008 / Sec. 2 / #6 --- set up expression: with geometry
Answer: DMay 2008 / Sec. 5 / #1 --- set up expression: one-time fee and rate
Answer: BMay 2008 / Sec. 8 / #4 --- set up expression: dividing, adding
Answer: AJan 2009 / Sec. 8 / #2 --- set up expression: combined costs / unit
Answer: BMay 2009 / Sec. 3 / #4 --- set up expression: with fractions
Answer: BOct 2009 / Sec. 9 / #1 --- set up and solve: one-time fee and rate
Answer: EJan 2010 / Sec. 7 / #1 --- set up expression: total from rate
Answer: BMay 2010 / Sec. 2 / #5 --- set up expression: simultaneous equations
Answer: EMay 2010 / Sec. 5 / #1 --- set up and solve: multiply
Answer: DMay 2010 / Sec. 8 / #4 --- set up expression: arithmetic
Answer: CJan 2011 / Sec. 8 / #1 --- set up expression: total from rate
Answer: EMay 2011 / Sec. 3 / #1 --- set up expression: multiplying, squaring
Answer: DMay 2011 / Sec. 6 / #1 --- set up and solve: more than, twice
Answer: BMay 2011 / Sec. 8 / #3 --- set up expression: total from rate
Answer: CJan 2012 / Sec. 8 / #2 --- set up and solve: more than
Answer: AMay 2012 / Sec. 3 / #1 --- set up expression: one-time amt. and rate

Answer: CMar 2005 / Sec. 8 / #4 --- set up expression: cost w/inequalities
Answer: 1/2Oct 2005 / Sec. 6 / #10 -- set up and solve: more, twice
Answer: 2000May 2006 / Sec. 3 / #12 -- set up and solve: with table
Answer: AMay 2006 / Sec. 6 / #8 --- set up and solve: simultaneous equations
Answer: DMay 2006 / Sec. 8 / #5 --- set up and solve: more, times
Answer: EOct 2006 / Sec. 7 / #3 --- set up and solve: variable choice
Answer: DJan 2007 / Sec. 2 / #6 --- set up and solve: more, twice
Answer: 9/2Jan 2007 / Sec. 4 / #9 --- set up and solve: increase, twice
Answer: CJan 2007 / Sec. 7 / #4 --- set up expression: less, twice
Answer: AOct 2007 / Sec. 9 / #5 --- set up expression: more, than
Answer: BJan 2008 / Sec. 9 / #7 --- set up and solve: variable choice
Answer: DMay 2008 / Sec. 2 / #8 --- set up expression: simultaneous equations
Answer: AMay 2008 / Sec. 8 / #6 --- set up and solve: less, times
Answer: BOct 2008 / Sec. 4 / #5 --- set up and solve: more, less
Answer: EJan 2009 / Sec. 4 / #6 --- set up expression: less, product
Answer: AJan 2009 / Sec. 8 / #6 --- set up and solve: simultaneous equations
Answer: BMay 2009 / Sec. 8 / #5 --- set up expression: simult. eqns. w/expnts
Answer: EMay 2009 / Sec. 8 / #7 --- set up and solve: variable choice
Answer: BOct 2009 / Sec. 4 / #4 --- set up and solve: simultaneous equations
Answer: 36Oct 2009 / Sec. 4 / #12 -- set up and solve: greater, less, product
Answer: AJan 2010 / Sec. 3 / #7 --- set up and solve: increase, squared
Answer: CJan 2010 / Sec. 9 / #2 --- set up expression: sum
Answer: EOct 2010 / Sec. 2 / #8 --- set up expression: implied multiplication
Answer: 15Oct 2010 / Sec. 6 / #9 --- set up and solve: simultaneous equations
Answer: BOct 2010 / Sec. 8 / #1 --- set up expression: difference
Answer: BJan 2011 / Sec. 5 / #3 --- set up and solve: more, times
Answer: COct 2011 / Sec. 3 / #2 --- set up and solve: less, times
Answer: COct 2011 / Sec. 8 / #4 --- set up expression: total from rate
Answer: 13May 2012 / Sec. 3 / #10 -- set up and solve: with geometry

Answer: 1600Mar 2005 / Sec. 2 / #15 -- set up and solve: with square roots
Answer: CMay 2006 / Sec. 3 / #7 --- set up and solve: simultaneous equations
Answer: AOct 2006 / Sec. 8 / #7 --- set up expression: simult. eqns. w/avgs
Answer: CMay 2007 / Sec. 2 / #9 --- set up expression: greater, sum
Answer: 5/4May 2007 / Sec. 4 / #14 -- set up and solve: times, added
Answer: DOct 2007 / Sec. 3 / #11 -- set up and solve: consecutive integers
Answer: 4Oct 2007 / Sec. 6 / #12 -- set up and solve: with table
Answer: 63Oct 2007 / Sec. 6 / #17 -- set up and solve: added, twice
Answer: EOct 2007 / Sec. 9 / #8 --- set up and solve: simultaneous equations
Answer: 122May 2008 / Sec. 5 / #12 -- set up and solve: simultaneous equations
Answer: COct 2008 / Sec. 4 / #8 --- set up and solve: with geometry
Answer: AOct 2008 / Sec. 4 / #11 -- set up expression: more, than
Answer: DOct 2008 / Sec. 9 / #6 --- set up and solve: simultaneous equations
Answer: EJan 2009 / Sec. 2 / #3 --- set up and solve: one-time fee and rate
Answer: 12Jan 2009 / Sec. 2 / #12 -- set up and solve: simultaneous equations
Answer: DJan 2009 / Sec. 4 / #13 -- set up expression: with ratios
Answer: BOct 2009 / Sec. 7 / #13 -- set up expression with radicals
Answer: 72Jan 2010 / Sec. 7 / #15 -- set up and solve: simultaneous equations
Answer: DMay 2010 / Sec. 2 / #14 -- set up and solve: simultaneous equations
Answer: DOct 2010 / Sec. 2 / #12 -- set up and solve: simultaneous equations
Answer: BOct 2010 / Sec. 8 / #9 --- set up expression: sum, in terms of
Answer: BOct 2011 / Sec. 7 / #13 -- set up expression: more than
Answer: DOct 2011 / Sec. 7 / #16 -- set up and solve: simultaneous equations
Answer: BOct 2011 / Sec. 8 / #10 -- set up and solve: times
Answer: 31<=x<=41Jan 2012 / Sec. 3 / #13 -- set up and solve: difference, more than
Answer: EJan 2012 / Sec. 5 / #11 -- set up expression: one-time fee and rate
Answer: 190May 2012 / Sec. 3 / #13 -- set up and solve: sum, product
Answer: EMay 2012 / Sec. 6 / #10 -- set up and solve: with fractions

Answer: DOct 2005 / Sec. 2 / #13 -- set up and solve: simultaneous equations
Answer: AJan 2006 / Sec. 2 / #14 -- set up expression: sharing cost
Answer: CMay 2006 / Sec. 6 / #18 -- set up expression: costs, with ratios
Answer: DMay 2006 / Sec. 8 / #15 -- set up and solve: simultaneous equations
Answer: 5940Oct 2006 / Sec. 7 / #16 -- set up and solve: simultaneous equations
Answer: EJan 2007 / Sec. 2 / #19 -- set up and solve: square, times
Answer: 40Jan 2007 / Sec. 4 / #17 -- set up and solve: simultaneous equations
Answer: CJan 2010 / Sec. 3 / #11 -- set up expression: more, times
Answer: DJan 2010 / Sec. 3 / #16 -- set up expression: with proportions
Answer: 290Oct 2010 / Sec. 6 / #18 -- set up and solve: with percents
Answer: BJan 2011 / Sec. 2 / #6 --- set up expression: more, in terms of
Answer: 384May 2011 / Sec. 3 / #18 -- set up and solve: simultaneous equations
Answer: DJan 2012 / Sec. 8 / #14 -- set up and solve: more than, times

Answer: CMar 2005 / Sec. 5 / #20 -- set up expression: reverse fee and rate
Answer: 700Jan 2006 / Sec. 6 / #17 -- set up and solve: fee and percent rate
Answer: AOct 2006 / Sec. 3 / #20 -- set up expression: with percents
Answer: COct 2006 / Sec. 7 / #8 --- set up and solve: simultaneous equations
Answer: BMay 2007 / Sec. 2 / #20 -- set up expression: with geometry
Answer: AMay 2010 / Sec. 8 / #16 -- with inequalities
Answer: BMay 2011 / Sec. 6 / #19 -- set up expression: with fractions
Answer: DMay 2012 / Sec. 8 / #15 -- set up and solve: integers, more than

Powers and Exponents

Answer: BJan 2008 / Sec. 3 / #4 --- solving for an exponent
Answer: CJan 2012 / Sec. 5 / #6 --- integer exponents of integers

Answer: CMar 2005 / Sec. 5 / #4 --- exponent rules (multiply rule)
Answer: BOct 2005 / Sec. 2 / #7 --- equating exponents
Answer: DMay 2007 / Sec. 2 / #8 --- number line intervals with exponents
Answer: 1, 2, or 4May 2007 / Sec. 4 / #11 -- equating exponents
Answer: BOct 2007 / Sec. 3 / #8 --- exponent rules (multiply & combine rules)
Answer: 1, 36, 81, or 256Jan 2011 / Sec. 2 / #10 -- integer exponents of integers
Answer: AJan 2011 / Sec. 5 / #8 --- solve for expression (divide rule)
Answer: AJan 2012 / Sec. 8 / #4 --- exponent rules (multiply rule)

Answer: DJan 2006 / Sec. 9 / #11 -- exponent rules (combine rule)
Answer: BOct 2006 / Sec. 8 / #8 --- exponent rules (multiply rule)
Answer: EJan 2007 / Sec. 2 / #14 -- exponent rules (combine rule)
Answer: CMay 2008 / Sec. 5 / #8 --- exponent rules (multiply rule)
Answer: EMay 2008 / Sec. 8 / #12 -- exponent rules (multiply & combine rules)
Answer: 1/25Oct 2008 / Sec. 7 / #14 -- exponent manipulation
Answer: BJan 2009 / Sec. 8 / #14 -- integer exponents of integers
Answer: BOct 2009 / Sec. 9 / #12 -- exponent rules (multiply rule)
Answer: AJan 2010 / Sec. 9 / #6 --- exponention growth
Answer: BMay 2010 / Sec. 8 / #13 -- multiply rules
Answer: DMay 2011 / Sec. 6 / #13 -- negative exponents (multiply rule)

Answer: AMar 2005 / Sec. 8 / #12 -- exponent rules (multiply & combine rules)
Answer: 9May 2006 / Sec. 3 / #15 -- exponent rules (multiply rule)
Answer: BJan 2007 / Sec. 7 / #13 -- exponent rules (multiply rule)
Answer: AOct 2007 / Sec. 9 / #15 -- exponent rules (combine rule)
Answer: EJan 2008 / Sec. 5 / #8 --- exponent rules (combine rule)
Answer: EJan 2009 / Sec. 4 / #15 -- exponent rules (combine rule)
Answer: DMay 2009 / Sec. 3 / #18 -- exponent rules (multiply & combine rules)
Answer: BOct 2010 / Sec. 2 / #18 -- negative exponents with integers
Answer: 9Oct 2011 / Sec. 3 / #16 -- exponent rules, solve expression
Answer: 4095May 2012 / Sec. 3 / #18 -- solve for integer exponents

Answer: COct 2005 / Sec. 2 / #19 -- exponent rules (multiply rule)
Answer: EOct 2008 / Sec. 4 / #19 -- exponents and number line

Inequalities, Absolute Value

Answer: CJan 2011 / Sec. 8 / #3 --- simplifying expressions with inequalities
Answer: 0<x<2May 2011 / Sec. 3 / #9 --- simplifying expressions with inequalities

Answer: 1 or 2May 2006 / Sec. 3 / #9 --- inequalities with fractions
Answer: EJan 2007 / Sec. 4 / #5 --- simplifying expressions with inequalities
Answer: AMay 2007 / Sec. 7 / #7 --- absolute value with inequalities
Answer: COct 2007 / Sec. 3 / #5 --- absolute value and number lines
Answer: 1001May 2008 / Sec. 5 / #10 -- simplifying expressions with inequalities
Answer: 3/2 or 1.5Oct 2009 / Sec. 4 / #10 -- absolute value with number line
Answer: BJan 2010 / Sec. 7 / #6 --- properties of absolute value expression
Answer: AJan 2012 / Sec. 8 / #8 --- absolute value with inequalities

Answer: 0<x<1Mar 2005 / Sec. 2 / #14 -- absolute value with inequalities
Answer: 5/2Oct 2006 / Sec. 7 / #15 -- solving expressions with absolute value
Answer: BJan 2007 / Sec. 2 / #17 -- graphs of expressions with absolute value
Answer: 17/4<a<17/2Jan 2007 / Sec. 4 / #14 -- solving expressions with absolute value
Answer: AJan 2007 / Sec. 7 / #11 -- inequalities with the number line
Answer: CMay 2007 / Sec. 2 / #14 -- simultaneous equations with inequalities
Answer: DJan 2008 / Sec. 3 / #14 -- simplifying expressions with inequalities
Answer: 2/3<x<1Jan 2008 / Sec. 5 / #12 -- simplifying expressions with inequalities
Answer: BMay 2008 / Sec. 2 / #12 -- number line graphs of inequalities
Answer: CMay 2008 / Sec. 2 / #14 -- solving expressions with absolute value
Answer: BMay 2008 / Sec. 8 / #5 --- absolute value with coordinate geometry
Answer: EMay 2009 / Sec. 3 / #16 -- inequalities and algebra
Answer: AMay 2009 / Sec. 8 / #10 -- absolute values with number lines
Answer: DOct 2009 / Sec. 7 / #11 -- inequalities with number line graph
Answer: 6, 9, 12, or 15May 2010 / Sec. 5 / #10 -- simplifying expressions with inequalities
Answer: EOct 2010 / Sec. 2 / #9 --- inequalities and integer multiplication
Answer: EOct 2010 / Sec. 8 / #11 -- solving with absolute value, inequalities
Answer: BJan 2011 / Sec. 5 / #12 -- factoring expressions with inequalities
Answer: EOct 2011 / Sec. 3 / #6 --- inequalities with the number line
Answer: 0<x<1Oct 2011 / Sec. 3 / #17 -- solving with absolute value, inequalities
Answer: BMay 2012 / Sec. 6 / #11 -- with quadratic expressions
Answer: EMay 2012 / Sec. 6 / #14 -- solving with absolute value, inequalities

Answer: 3<x<4Oct 2005 / Sec. 6 / #16 -- solving expressions with absolute value
Answer: AJan 2006 / Sec. 2 / #15 -- simplifying expressions with inequalities
Answer: DJan 2006 / Sec. 2 / #18 -- absolute value and number lines
Answer: DOct 2007 / Sec. 3 / #19 -- simplifying expressions with inequalities
Answer: COct 2008 / Sec. 4 / #18 -- simplifying expressions with inequalities
Answer: AOct 2008 / Sec. 7 / #8 --- range as an inequality with abs. value
Answer: 5<x<6Jan 2009 / Sec. 2 / #16 -- simplifying expressions with inequalities
Answer: AJan 2010 / Sec. 3 / #18 -- inequalities and algebra
Answer: AJan 2010 / Sec. 9 / #16 -- inequalities and algebra
Answer: EMay 2010 / Sec. 2 / #19 -- equivalent expressions with abs. value
Answer: EOct 2010 / Sec. 6 / #8 --- inequalities and radicals

Answer: 5/2Mar 2005 / Sec. 2 / #18 -- inequalities and algebra
Answer: CMar 2005 / Sec. 8 / #15 -- inequalities and exponents
Answer: AMay 2006 / Sec. 8 / #16 -- number line distances and abs. value
Answer: DOct 2008 / Sec. 9 / #16 -- inequalities with integers
Answer: AOct 2009 / Sec. 9 / #14 -- inequalities and algebra

Function Evaluation

Answer: CJan 2006 / Sec. 2 / #4 --- forward evaluation
Answer: 15May 2006 / Sec. 3 / #10 -- forward evaluation
Answer: DMay 2006 / Sec. 6 / #2 --- wacky symbol, forward evaluation
Answer: AOct 2006 / Sec. 8 / #3 --- wacky symbol, evaluate with exponents
Answer: AOct 2009 / Sec. 7 / #4 --- forward evaluation
Answer: AOct 2010 / Sec. 6 / #2 --- replacement in expression
Answer: CJan 2011 / Sec. 2 / #2 --- set up function as model
Answer: COct 2011 / Sec. 7 / #5 --- set up function from description
Answer: CJan 2012 / Sec. 5 / #8 --- wacky symbol, forward evaluation
Answer: DMay 2012 / Sec. 6 / #5 --- reverse evaluation

Answer: BMay 2007 / Sec. 7 / #2 --- wacky symbol, forward evaluation
Answer: DOct 2007 / Sec. 6 / #5 --- wacky symbol, with primes
Answer: 4000Oct 2007 / Sec. 6 / #14 -- forward evaluation
Answer: BOct 2008 / Sec. 4 / #7 --- forward evaluation
Answer: BMay 2009 / Sec. 6 / #4 --- wacky symbol, evaluate with exponents
Answer: BJan 2010 / Sec. 9 / #5 --- wacky symbol, evaluate with exponents
Answer: EMay 2011 / Sec. 6 / #7 --- forward evaluation
Answer: AJan 2012 / Sec. 3 / #3 --- find function from point
Answer: EMay 2012 / Sec. 3 / #5 --- forward evaluation with quadratic
Answer: AMay 2012 / Sec. 8 / #5 --- wacky symbol, forward evaluation

Answer: EOct 2005 / Sec. 2 / #9 --- function notation
Answer: CJan 2006 / Sec. 9 / #9 --- replacement and evaluation
Answer: AMay 2006 / Sec. 3 / #6 --- forward eval, sums of functions
Answer: DMay 2007 / Sec. 2 / #10 -- exponential function forward eval
Answer: AOct 2007 / Sec. 3 / #13 -- forward evaluation and comparison
Answer: COct 2007 / Sec. 3 / #17 -- function domains (implicit)
Answer: CJan 2008 / Sec. 3 / #10 -- wacky symbol, evaluate with exponents
Answer: BOct 2008 / Sec. 9 / #12 -- reverse evaluation
Answer: 5000Jan 2009 / Sec. 2 / #14 -- forward evaluation
Answer: CJan 2009 / Sec. 8 / #8 --- wacky symbol, forward evaluation
Answer: CMay 2009 / Sec. 6 / #5 --- forward eval with absolute value
Answer: 41/2 or 21.5Oct 2009 / Sec. 4 / #13 -- reverse evaluation
Answer: CMay 2010 / Sec. 2 / #11 -- forward evaluation exponential function
Answer: CMay 2010 / Sec. 2 / #12 -- wacky symbol, forward evaluation
Answer: 102May 2010 / Sec. 5 / #12 -- forward evaluation, two functions
Answer: BOct 2010 / Sec. 2 / #13 -- forward evaluation
Answer: EMay 2011 / Sec. 6 / #14 -- forward evaluation
Answer: 5/2 or 2.5Oct 2011 / Sec. 3 / #13 -- forward evaluation to find constant
Answer: AJan 2012 / Sec. 5 / #13 -- reverse evaluation

Answer: EMar 2005 / Sec. 2 / #8 --- wacky symbol, evaluate with parentheses
Answer: DMay 2006 / Sec. 6 / #20 -- linear function determination
Answer: BOct 2006 / Sec. 8 / #16 -- forward & reverse evaluation
Answer: BJan 2007 / Sec. 2 / #15 -- wacky symbol, forward and reverse eval.
Answer: CMay 2007 / Sec. 2 / #19 -- function properties
Answer: CJan 2008 / Sec. 9 / #14 -- linear function construction
Answer: BOct 2008 / Sec. 4 / #16 -- forward & reverse evaluation
Answer: 34Oct 2008 / Sec. 7 / #18 -- wacky symbol, simultaneous equations
Answer: AJan 2009 / Sec. 8 / #13 -- function eval with coordinates
Answer: 5400May 2009 / Sec. 6 / #16 -- eval to find unknown constant
Answer: 196Oct 2009 / Sec. 4 / #15 -- wacky symbol, with odd integers
Answer: DJan 2010 / Sec. 3 / #15 -- domain concept with absolute value
Answer: 25Jan 2010 / Sec. 7 / #16 -- forward evaluation
Answer: 2Oct 2010 / Sec. 6 / #17 -- forward evaluation with algebra
Answer: EOct 2010 / Sec. 8 / #12 -- forward evaluation with algebra
Answer: BMay 2011 / Sec. 8 / #15 -- properties of parabolic function
Answer: AOct 2011 / Sec. 8 / #15 -- reverse evaluation with algebra
Answer: BMay 2012 / Sec. 6 / #19 -- properties of a parabolic function

Answer: DOct 2005 / Sec. 8 / #16 -- wacky symbol, integer logic
Answer: DJan 2006 / Sec. 2 / #20 -- wacky symbol, with algebraic comparison
Answer: CJan 2006 / Sec. 9 / #15 -- exponential function forward eval
Answer: EMay 2008 / Sec. 2 / #18 -- function extrema
Answer: DOct 2011 / Sec. 7 / #20 -- forward evaluation with exponents

Function Graphs, Tables, Translations & Reflections

Answer: BOct 2005 / Sec. 2 / #5 --- determine function from table values
Answer: CJan 2007 / Sec. 7 / #3 --- fill in table for linear function
Answer: AJan 2007 / Sec. 7 / #9 --- reflection of graph about x-axis
Answer: CJan 2010 / Sec. 3 / #6 --- properties of graph of parabola

Answer: AMar 2005 / Sec. 5 / #7 --- determine function from graph
Answer: DMar 2005 / Sec. 8 / #5 --- determine graph from function description
Answer: BJan 2006 / Sec. 6 / #4 --- determine function from table values
Answer: DOct 2006 / Sec. 3 / #4 --- determine graph from function description
Answer: DOct 2008 / Sec. 4 / #6 --- determine graph from function description
Answer: COct 2008 / Sec. 9 / #4 --- fill in table for linear function
Answer: COct 2009 / Sec. 9 / #7 --- forward evaluation with table
Answer: EMay 2010 / Sec. 2 / #8 --- determine function from table values
Answer: AJan 2011 / Sec. 5 / #6 --- forward evaluation with table
Answer: EMay 2011 / Sec. 8 / #5 --- reflection of graph about x-axis
Answer: COct 2011 / Sec. 3 / #4 --- comparing functions with graph
Answer: AOct 2011 / Sec. 8 / #6 --- reverse function evaluation with table

Answer: AMar 2005 / Sec. 5 / #10 -- determine function from table values
Answer: EMar 2005 / Sec. 5 / #16 -- determine function values from graph
Answer: DOct 2005 / Sec. 8 / #11 -- determine graph from function description
Answer: 5Jan 2006 / Sec. 6 / #13 -- property of graph of quadratic function
Answer: EMay 2006 / Sec. 8 / #8 --- determine graph from function description
Answer: DOct 2006 / Sec. 3 / #12 -- determine graph from function & table
Answer: BOct 2006 / Sec. 8 / #9 --- maximum value of function from graph
Answer: BJan 2007 / Sec. 4 / #7 --- determine graph from function description
Answer: DMay 2007 / Sec. 7 / #14 -- determine graph from function description
Answer: BOct 2007 / Sec. 9 / #9 --- solve equation from function table
Answer: BJan 2008 / Sec. 3 / #12 -- determine graph from function description
Answer: 17/2Jan 2008 / Sec. 5 / #15 -- property of graph of quadratic function
Answer: EMay 2008 / Sec. 2 / #13 -- reflection of graph about x-axis
Answer: DJan 2009 / Sec. 2 / #5 --- comparing functions with graph & table
Answer: EMay 2009 / Sec. 3 / #14 -- determine function values from graph
Answer: COct 2009 / Sec. 7 / #14 -- function properties from graph
Answer: DJan 2012 / Sec. 5 / #16 -- function translation with graph
Answer: AMay 2012 / Sec. 8 / #10 -- reflection of graph about x-axis

Answer: DMar 2005 / Sec. 2 / #6 --- reverse function evaluation with graphs
Answer: BOct 2005 / Sec. 6 / #8 --- comparing two functions with graph
Answer: BJan 2006 / Sec. 2 / #16 -- comparing functions with graph & table
Answer: DOct 2006 / Sec. 3 / #18 -- determine function from table values
Answer: AMay 2007 / Sec. 2 / #16 -- determine function values from table
Answer: 1/2May 2007 / Sec. 4 / #18 -- determine function from graph (w/ geom.)
Answer: BOct 2007 / Sec. 6 / #8 --- determine function values from graph
Answer: 27/2Oct 2007 / Sec. 6 / #18 -- determine function values from graph
Answer: CJan 2008 / Sec. 9 / #11 -- determine function values from table
Answer: 19May 2008 / Sec. 5 / #17 -- determine function values from table
Answer: 3Oct 2008 / Sec. 7 / #16 -- determine function values from graph
Answer: CJan 2009 / Sec. 4 / #16 -- property of graph of parabola
Answer: EOct 2009 / Sec. 9 / #13 -- property of graph of parabola
Answer: 3/4 or .75May 2010 / Sec. 5 / #16 -- determine function from graph
Answer: DMay 2010 / Sec. 8 / #14 -- graph with absolute value
Answer: EOct 2010 / Sec. 8 / #15 -- construct function from graph
Answer: EJan 2011 / Sec. 5 / #18 -- function translation with graph
Answer: BJan 2011 / Sec. 8 / #15 -- comparing functions with graph
Answer: EMay 2011 / Sec. 3 / #8 --- determine function values from graph
Answer: AJan 2012 / Sec. 8 / #16 -- determine function values from table

Answer: EOct 2005 / Sec. 8 / #15 -- linear fit to graph data
Answer: 21/5Oct 2006 / Sec. 7 / #18 -- find function zeros (with graph)
Answer: EOct 2008 / Sec. 9 / #15 -- find the odd function
Answer: AMay 2009 / Sec. 3 / #19 -- function description to graph description
Answer: 9May 2009 / Sec. 6 / #18 -- determine function values from table
Answer: CMay 2009 / Sec. 8 / #16 -- property of graph of quadratic functions
Answer: AJan 2010 / Sec. 7 / #8 --- determine function properties from graph

Geometry

Lines (Intersecting, Parallel, Slopes, Intercepts)

Answer: CMar 2005 / Sec. 2 / #2 --- intersecting lines with angles
Answer: COct 2007 / Sec. 9 / #2 --- intersecting lines with angles
Answer: CMay 2009 / Sec. 6 / #1 --- angles of line intersections
Answer: DOct 2009 / Sec. 9 / #2 --- intersecting lines with angles
Answer: AJan 2010 / Sec. 9 / #1 --- intersecting lines and angles w/geom.
Answer: DOct 2010 / Sec. 2 / #2 --- intersecting lines with angles
Answer: EJan 2011 / Sec. 8 / #2 --- supplementary angles
Answer: BJan 2012 / Sec. 5 / #3 --- angles of line intersections
Answer: DJan 2012 / Sec. 5 / #5 --- parallel lines with triangles
Answer: DMay 2012 / Sec. 6 / #4 --- line segments and bisected angles
Answer: EMay 2012 / Sec. 8 / #2 --- distances, points on line

Answer: AOct 2005 / Sec. 2 / #4 --- intersecting lines with angles
Answer: 120<x<125Jan 2006 / Sec. 6 / #11 -- supplementary angles
Answer: DMay 2006 / Sec. 6 / #4 --- slopes of parallel lines
Answer: COct 2006 / Sec. 3 / #10 -- angles and lines
Answer: BJan 2007 / Sec. 7 / #5 --- supplementary angles
Answer: AOct 2007 / Sec. 6 / #6 --- slopes of perpendicular lines
Answer: 1Jan 2008 / Sec. 5 / #10 -- intercepts
Answer: EMay 2008 / Sec. 5 / #2 --- intersecting lines with angles
Answer: 120May 2008 / Sec. 5 / #11 -- intersecting lines with angles
Answer: BJan 2009 / Sec. 8 / #5 --- intersecting, parallel
Answer: DMay 2009 / Sec. 8 / #2 --- angles of line intersections
Answer: 140Jan 2010 / Sec. 7 / #12 -- intersecting lines with angle
Answer: CMay 2010 / Sec. 8 / #3 --- reflection of point across line
Answer: 3Oct 2010 / Sec. 6 / #11 -- slope of line with coordinates
Answer: BOct 2011 / Sec. 7 / #4 --- intersecting lines with angles
Answer: COct 2011 / Sec. 7 / #7 --- slopes of sides of parallelogram

Answer: AMar 2005 / Sec. 5 / #12 -- slopes with coordinates
Answer: AMar 2005 / Sec. 5 / #13 -- parallel lines with angles
Answer: 2/3Oct 2005 / Sec. 6 / #15 -- slopes of perpendicular lines
Answer: AJan 2006 / Sec. 6 / #5 --- intersecting lines with angles
Answer: 95/2May 2006 / Sec. 3 / #13 -- parallel lines with angles
Answer: COct 2006 / Sec. 7 / #6 --- slopes of perpendicular lines
Answer: EOct 2006 / Sec. 8 / #6 --- parallel lines with angles
Answer: 135Jan 2007 / Sec. 4 / #10 -- parallel lines with angles
Answer: EMay 2007 / Sec. 7 / #10 -- slopes of perpendicular lines
Answer: BOct 2007 / Sec. 3 / #6 --- parallel lines with angles
Answer: 75Jan 2008 / Sec. 5 / #16 -- parallel lines with angles
Answer: CMay 2008 / Sec. 2 / #10 -- parallel lines with angles
Answer: DOct 2008 / Sec. 4 / #13 -- slopes of perpendicular lines
Answer: AOct 2008 / Sec. 9 / #8 --- parallel lines with angles
Answer: DMay 2009 / Sec. 3 / #8 --- parallel lines
Answer: BOct 2009 / Sec. 7 / #8 --- point-line distance
Answer: BJan 2010 / Sec. 3 / #8 --- slope properties of lines
Answer: AMay 2010 / Sec. 2 / #10 -- intersecting lines and angles w/algebra
Answer: BOct 2010 / Sec. 6 / #7 --- parallel and perpendicular lines
Answer: 9May 2011 / Sec. 3 / #12 -- complementary angles with algebra
Answer: 0May 2011 / Sec. 3 / #14 -- slope and intercept of a line
Answer: DMay 2011 / Sec. 6 / #12 -- parallel lines with angles
Answer: DOct 2011 / Sec. 8 / #9 --- intersecting & parallel lines w/ angles
Answer: DJan 2012 / Sec. 8 / #6 --- parallel lines with angles
Answer: DMay 2012 / Sec. 3 / #7 --- intersecting & parallel lines w/ angles
Answer: BMay 2012 / Sec. 6 / #15 -- slopes of perpendicular lines

Answer: 120Jan 2006 / Sec. 6 / #18 -- equation of a line
Answer: BJan 2006 / Sec. 9 / #13 -- parallel lines with angles
Answer: 90May 2007 / Sec. 4 / #15 -- intersecting lines, bisection
Answer: EMay 2009 / Sec. 8 / #14 -- slopes of parallel lines
Answer: AMay 2009 / Sec. 8 / #15 -- distances, points on line
Answer: EMay 2010 / Sec. 2 / #20 -- slope of line (with algebra)
Answer: 1/3 or .333Jan 2011 / Sec. 2 / #17 -- slope and intercept of a line
Answer: COct 2011 / Sec. 7 / #15 -- slopes of perpendicular lines
Answer: 10Jan 2012 / Sec. 3 / #16 -- x- and y-intercepts of a line

Triangles

Answer: EMar 2005 / Sec. 8 / #2 --- isosceles triangle with line
Answer: AMay 2006 / Sec. 6 / #1 --- perimeter determination
Answer: AMay 2006 / Sec. 8 / #2 --- triangle from intersecting lines
Answer: BOct 2006 / Sec. 7 / #2 --- triangle from intersecting lines
Answer: DJan 2007 / Sec. 7 / #2 --- properties of right triangles
Answer: EJan 2008 / Sec. 9 / #2 --- triangle with intersecting lines
Answer: EMay 2008 / Sec. 2 / #1 --- angles of triangles
Answer: AOct 2008 / Sec. 4 / #1 --- angles of triangles
Answer: BJan 2009 / Sec. 4 / #3 --- triangle from intersecting lines
Answer: DJan 2010 / Sec. 3 / #5 --- areas of isosceles triangles
Answer: DJan 2011 / Sec. 5 / #4 --- isosceles triangles
Answer: BMay 2011 / Sec. 6 / #2 --- exterior angles of a triangle
Answer: BOct 2011 / Sec. 3 / #1 --- angles of triangles with algebra

Answer: DMar 2005 / Sec. 5 / #6 --- triangle from intersecting lines
Answer: AJan 2006 / Sec. 2 / #6 --- isosceles triangles
Answer: EJan 2006 / Sec. 2 / #12 -- equilateral triangles and areas
Answer: EMay 2007 / Sec. 2 / #5 --- triangle from intersecting lines
Answer: AMay 2007 / Sec. 7 / #6 --- side-angle relationships
Answer: DMay 2007 / Sec. 7 / #8 --- perimeters of right triangles
Answer: COct 2007 / Sec. 6 / #4 --- perimeter determination
Answer: 145Oct 2007 / Sec. 6 / #11 -- triangles with intersecting lines
Answer: 105Jan 2008 / Sec. 5 / #11 -- isosceles and equilateral triangles
Answer: 120Oct 2008 / Sec. 7 / #10 -- areas of right triangles
Answer: EJan 2009 / Sec. 2 / #2 --- triangles with intersecting lines
Answer: EOct 2009 / Sec. 7 / #6 --- geometry into algebra
Answer: CJan 2010 / Sec. 9 / #7 --- perimeters with algebra
Answer: BMay 2010 / Sec. 8 / #5 --- angles of triangles
Answer: COct 2010 / Sec. 2 / #7 --- similar triangles
Answer: EJan 2011 / Sec. 2 / #4 --- sides of right triangles
Answer: CMay 2011 / Sec. 3 / #3 --- areas of right triangles

Answer: 75Mar 2005 / Sec. 2 / #11 -- equilateral triangles
Answer: COct 2005 / Sec. 2 / #10 -- areas of triangles
Answer: COct 2005 / Sec. 6 / #7 --- triangle from intersecting lines
Answer: EOct 2006 / Sec. 7 / #7 --- properties of triangles (3rd side rule)
Answer: EJan 2007 / Sec. 2 / #10 -- similar triangles
Answer: BJan 2009 / Sec. 4 / #10 -- equilateral and right triangles
Answer: 90May 2009 / Sec. 6 / #13 -- geometry into algebra
Answer: AMay 2009 / Sec. 8 / #6 --- areas of right triangles
Answer: AOct 2009 / Sec. 9 / #9 --- properties of triangles (3rd side rule)
Answer: CMay 2010 / Sec. 2 / #15 -- sides of a right triangle (3rd side rule)
Answer: 36May 2010 / Sec. 5 / #13 -- angles of triangles
Answer: CMay 2010 / Sec. 8 / #12 -- similar triangles
Answer: AOct 2010 / Sec. 8 / #8 --- sides of a right triangle (w/radicals)
Answer: DJan 2011 / Sec. 5 / #14 -- angles and geometry into algebra
Answer: DMay 2011 / Sec. 8 / #11 -- angles of similar triangles
Answer: 78Oct 2011 / Sec. 3 / #14 -- angles of isosceles triangles
Answer: COct 2011 / Sec. 7 / #11 -- exterior angles of a triangle
Answer: CMay 2012 / Sec. 6 / #13 -- areas of isosceles triangles
Answer: DMay 2012 / Sec. 8 / #14 -- right triangles with algebra

Answer: BOct 2005 / Sec. 8 / #9 --- similar triangles
Answer: BOct 2005 / Sec. 8 / #12 -- angles of triangles
Answer: 3/4May 2006 / Sec. 3 / #17 -- triangles with coordinate geometry
Answer: 90Oct 2006 / Sec. 7 / #17 -- equilateral triangles
Answer: EJan 2008 / Sec. 3 / #15 -- isosceles triangles with averages
Answer: AJan 2008 / Sec. 9 / #13 -- areas of right triangles
Answer: COct 2008 / Sec. 4 / #17 -- areas of equilateral triangles
Answer: DMay 2009 / Sec. 8 / #13 -- special right triangles
Answer: EOct 2009 / Sec. 4 / #6 --- sides of right triangles
Answer: 15/2 or 7.5Oct 2009 / Sec. 4 / #16 -- similar triangles
Answer: CJan 2010 / Sec. 7 / #7 --- geometry and proportions into algebra
Answer: DOct 2010 / Sec. 2 / #17 -- areas of triangles
Answer: 10<x<14Oct 2010 / Sec. 6 / #16 -- properties of triangles (3rd side rule)
Answer: AMay 2011 / Sec. 6 / #16 -- angles of triangles
Answer: 130Jan 2012 / Sec. 3 / #14 -- angles of right triangles
Answer: BJan 2012 / Sec. 5 / #15 -- properties of triangles (3rd side rule)

Answer: AMar 2005 / Sec. 8 / #16 -- properties of triangles
Answer: EMay 2006 / Sec. 3 / #8 --- properties of triangles (3rd side rule)
Answer: EMay 2006 / Sec. 6 / #19 -- properties of triangles
Answer: EJan 2007 / Sec. 7 / #14 -- isosceles triangles
Answer: EOct 2007 / Sec. 9 / #14 -- tricky triangles
Answer: CJan 2010 / Sec. 3 / #20 -- properties of triangles (3rd side rule)

Circles

Answer: BJan 2006 / Sec. 9 / #2 --- circle centers and radii
Answer: EOct 2006 / Sec. 8 / #2 --- circle diameters with triangles
Answer: EOct 2008 / Sec. 9 / #2 --- circle angles
Answer: AJan 2010 / Sec. 3 / #3 --- diameters and arc lengths
Answer: DMay 2012 / Sec. 6 / #2 --- interior of overlapping circles

Answer: DOct 2006 / Sec. 3 / #8 --- tangent circles and radii
Answer: 4May 2007 / Sec. 4 / #10 -- circle centers and radii
Answer: DMay 2010 / Sec. 8 / #7 --- circumference (with algebra)
Answer: 1/8 or .125Jan 2011 / Sec. 2 / #9 --- circle sector area
Answer: AOct 2011 / Sec. 7 / #9 --- circle sector arc lengths

Answer: CJan 2006 / Sec. 9 / #5 --- semicircle arc lengths
Answer: DMay 2006 / Sec. 6 / #13 -- tangent circles and radii
Answer: BOct 2007 / Sec. 3 / #12 -- circle counting
Answer: CMay 2008 / Sec. 5 / #4 --- circle sector arc length
Answer: BOct 2008 / Sec. 4 / #14 -- circle centers and radii
Answer: DJan 2009 / Sec. 8 / #7 --- circumferences of circles
Answer: AOct 2009 / Sec. 7 / #12 -- circle sector arc length
Answer: BOct 2010 / Sec. 2 / #10 -- areas of circles with radii
Answer: 6/5 or 1.2Oct 2010 / Sec. 6 / #13 -- semicircles on a line segment
Answer: AMay 2011 / Sec. 8 / #7 --- circle sector arc lengths

Answer: EMar 2005 / Sec. 5 / #15 -- circles with line segments
Answer: DMar 2005 / Sec. 8 / #14 -- circular and semicircular areas
Answer: DOct 2005 / Sec. 8 / #14 -- circle sector arc length
Answer: CMay 2007 / Sec. 2 / #17 -- circular and semicircular areas
Answer: DMay 2008 / Sec. 8 / #15 -- areas of regions in circles
Answer: COct 2008 / Sec. 9 / #14 -- semicircle arc lengths
Answer: CMay 2010 / Sec. 5 / #6 --- areas of inscribed circles
Answer: CJan 2011 / Sec. 5 / #16 -- circle sector arc length
Answer: AMay 2011 / Sec. 6 / #18 -- area of circle (with integer properties)
Answer: CJan 2012 / Sec. 5 / #17 -- semicircles on a line segment

Answer: CJan 2009 / Sec. 4 / #20 -- circle sector area
Answer: COct 2009 / Sec. 7 / #20 -- areas and proportional radii
Answer: EOct 2011 / Sec. 8 / #16 -- area of overlapping circles
Answer: EMay 2012 / Sec. 8 / #16 -- areas of circles with percent increase

Squares, Rectangles, Quadrilaterals, Polygons

Answer: EMay 2010 / Sec. 2 / #1 --- angles of squares

Answer: COct 2006 / Sec. 8 / #4 --- area of square (with coord. geom.)
Answer: BJan 2007 / Sec. 2 / #8 --- areas of squares and rectangles
Answer: BMay 2007 / Sec. 2 / #7 --- angles of regular pentagons
Answer: AJan 2008 / Sec. 5 / #3 --- parallelogram areas
Answer: COct 2009 / Sec. 4 / #2 --- angles of rectangles
Answer: COct 2010 / Sec. 2 / #4 --- areas of squares

Answer: CMay 2006 / Sec. 6 / #9 --- areas of rectangles, with fractions
Answer: BMay 2006 / Sec. 8 / #9 --- parallelogram angles
Answer: CJan 2008 / Sec. 3 / #13 -- pentagon perimeters
Answer: DMay 2008 / Sec. 5 / #6 --- areas of squares and rectangles
Answer: CJan 2010 / Sec. 9 / #9 --- areas of squares
Answer: 5May 2010 / Sec. 5 / #15 -- areas of squares
Answer: CMay 2010 / Sec. 8 / #9 --- area of quadrilateral
Answer: COct 2010 / Sec. 6 / #5 --- areas of rectangles
Answer: DMay 2011 / Sec. 6 / #10 -- rectangles (with function evaluation)
Answer: 44Jan 2012 / Sec. 3 / #12 -- perimeter of overlapping rectangles
Answer: 34May 2012 / Sec. 3 / #15 -- pentagon perimeter with triangles

Answer: 13/2Jan 2006 / Sec. 6 / #15 -- areas of squares and rectangles
Answer: AMay 2007 / Sec. 4 / #5 --- area of square given diagonal
Answer: CMay 2007 / Sec. 4 / #7 --- octagon as comprised of triangles
Answer: 42Jan 2009 / Sec. 2 / #15 -- areas of squares and rectangles
Answer: 9Oct 2009 / Sec. 4 / #14 -- hexagon diagonals
Answer: EJan 2011 / Sec. 8 / #11 -- areas of squares, rectangles (w/frac.)
Answer: DMay 2011 / Sec. 8 / #9 --- diagonal of a square, with algebra

Answer: BJan 2006 / Sec. 2 / #17 -- vertex angles of regular polygon
Answer: 8/5Jan 2007 / Sec. 4 / #18 -- areas and perimeters of squares

Multiple Figures

Answer: EMay 2012 / Sec. 8 / #4 --- triangles in circle

Answer: BOct 2005 / Sec. 8 / #4 --- trapezoid perimeter
Answer: AJan 2009 / Sec. 8 / #10 -- rectangle and triangle
Answer: DMay 2010 / Sec. 2 / #6 --- circle inscribed in rectangle (area calc)
Answer: EMay 2011 / Sec. 6 / #5 --- perimeter of polygonal region

Answer: DMar 2005 / Sec. 8 / #6 --- trapezoid perimeter
Answer: DOct 2005 / Sec. 6 / #5 --- triangle inscribed in circle
Answer: CJan 2006 / Sec. 2 / #8 --- square inscribed in circle
Answer: CMay 2006 / Sec. 6 / #11 -- square and triangle
Answer: EMay 2006 / Sec. 6 / #16 -- circle and triangle
Answer: AOct 2006 / Sec. 7 / #5 --- circle inscribed in square
Answer: 256Oct 2007 / Sec. 6 / #13 -- circle inscribed in square
Answer: DOct 2007 / Sec. 9 / #10 -- trapezoid and triangles
Answer: EJan 2008 / Sec. 9 / #9 --- rectangle and quarter-circles
Answer: 24May 2008 / Sec. 5 / #13 -- triangle and square perimeters
Answer: DMay 2008 / Sec. 8 / #11 -- diagonal of rectangle
Answer: DOct 2008 / Sec. 7 / #7 --- squares and triangles
Answer: DOct 2008 / Sec. 9 / #11 -- trapezoid perimeter
Answer: BMay 2009 / Sec. 3 / #11 -- areas of rectangles and triangles
Answer: COct 2009 / Sec. 9 / #11 -- circle inscribed in square
Answer: 16Jan 2011 / Sec. 2 / #12 -- triangle and parallelogram perimeters
Answer: 72Oct 2011 / Sec. 3 / #12 -- areas of rectangles and semicircles
Answer: BOct 2011 / Sec. 7 / #14 -- perimeter of polygons
Answer: DOct 2011 / Sec. 8 / #7 --- triangles inside rectangle
Answer: BJan 2012 / Sec. 8 / #12 -- areas of squares and triangles

Answer: 5/8Mar 2005 / Sec. 2 / #16 -- rectangles and triangles
Answer: COct 2006 / Sec. 3 / #17 -- rectangles and triangles
Answer: EJan 2007 / Sec. 7 / #12 -- rectangles inscribed in circle
Answer: DOct 2007 / Sec. 3 / #16 -- circle, triangle, and arc measure
Answer: COct 2008 / Sec. 4 / #20 -- circle and triangle
Answer: CMay 2009 / Sec. 3 / #20 -- circle, triangle, and arc measure
Answer: 250May 2009 / Sec. 6 / #15 -- square diagonals and rectangles
Answer: BJan 2010 / Sec. 3 / #14 -- areas of triangles and squares
Answer: 135Jan 2010 / Sec. 7 / #17 -- areas of triangles and quadrilaterals
Answer: DOct 2010 / Sec. 8 / #13 -- circles inscribed in square
Answer: BOct 2011 / Sec. 8 / #14 -- special triangles with square

Answer: 70/3Oct 2005 / Sec. 6 / #18 -- areas of rectangles and triangles
Answer: EOct 2007 / Sec. 3 / #20 -- areas of rectangles and triangles
Answer: DJan 2008 / Sec. 3 / #20 -- circles inscribed in square
Answer: 4/3Jan 2009 / Sec. 2 / #18 -- line and circle (with coord. geom.)
Answer: EJan 2011 / Sec. 5 / #20 -- sides of squares and triangles
Answer: AJan 2012 / Sec. 5 / #20 -- square inscribed in circle
Answer: AMay 2012 / Sec. 6 / #17 -- hexagon from rectangle and triangle

Coordinate Geometry

Answer: AMay 2006 / Sec. 8 / #4 --- midpoints and segment lengths
Answer: BMay 2007 / Sec. 4 / #2 --- circle tangent to axes
Answer: BJan 2009 / Sec. 8 / #3 --- vertical lines and coordinates
Answer: BOct 2009 / Sec. 9 / #5 --- diameters of a circle
Answer: AMay 2010 / Sec. 5 / #2 --- distance between points
Answer: AJan 2011 / Sec. 8 / #4 --- vertices of a polygon with visualization
Answer: DJan 2012 / Sec. 3 / #1 --- vertices of a square

Answer: DOct 2005 / Sec. 2 / #16 -- grids and plane distances
Answer: BJan 2006 / Sec. 6 / #3 --- grids and plane distances
Answer: COct 2006 / Sec. 3 / #6 --- vertical lines and coordinates
Answer: EOct 2007 / Sec. 9 / #7 --- intersecting lines and midpoints
Answer: BJan 2008 / Sec. 3 / #3 --- midpoints and segment lengths
Answer: AJan 2008 / Sec. 9 / #5 --- diagonals of a square
Answer: BOct 2008 / Sec. 7 / #3 --- area of a gridded region
Answer: EJan 2010 / Sec. 9 / #3 --- with circles and tangents
Answer: EMay 2010 / Sec. 8 / #6 --- line intersection with y-axis
Answer: DOct 2010 / Sec. 8 / #5 --- segment length and area of square
Answer: BMay 2011 / Sec. 8 / #4 --- lengths of line segments
Answer: AJan 2012 / Sec. 5 / #7 --- points on a line
Answer: BMay 2012 / Sec. 3 / #4 --- points on a circle
Answer: CMay 2012 / Sec. 8 / #7 --- perimeter of a square from vertices

Answer: BMar 2005 / Sec. 2 / #5 --- center of circle
Answer: CMay 2006 / Sec. 8 / #6 --- distance between points
Answer: BOct 2006 / Sec. 3 / #15 -- slopes with coordinates
Answer: 0<x<3/2Oct 2006 / Sec. 7 / #12 -- lengths of line segments
Answer: AJan 2007 / Sec. 7 / #7 --- distance between points
Answer: 13May 2007 / Sec. 4 / #12 -- equation of a line
Answer: EJan 2008 / Sec. 5 / #7 --- points on a line
Answer: 8Jan 2008 / Sec. 5 / #13 -- distance from point to circle
Answer: CMay 2008 / Sec. 2 / #15 -- travel distances
Answer: CMay 2008 / Sec. 8 / #7 --- x-y plane quadrants and line equation
Answer: DJan 2009 / Sec. 2 / #7 --- tangents and slopes
Answer: 125Jan 2009 / Sec. 2 / #13 -- x-y plane quadrants and line equation
Answer: BJan 2009 / Sec. 4 / #12 -- points in the plane
Answer: AMay 2009 / Sec. 3 / #13 -- reflections of points across axes
Answer: DMay 2009 / Sec. 6 / #6 --- slope of line tangent to circle
Answer: AOct 2009 / Sec. 7 / #9 --- translation of a line
Answer: DJan 2010 / Sec. 3 / #10 -- midpoints and segment lengths
Answer: 2<x<3Jan 2010 / Sec. 7 / #14 -- equation of a line
Answer: DJan 2011 / Sec. 2 / #7 --- points on a line
Answer: 14May 2011 / Sec. 3 / #16 -- circles and radii
Answer: CMay 2011 / Sec. 6 / #8 --- coordinates of a rectangular region
Answer: AOct 2011 / Sec. 3 / #5 --- distances between points on circles
Answer: BOct 2011 / Sec. 8 / #12 -- slopes of lines with algebra

Answer: EMar 2005 / Sec. 5 / #19 -- midpoints and segment lengths
Answer: AOct 2005 / Sec. 2 / #17 -- grids and distances with counting
Answer: BOct 2005 / Sec. 2 / #18 -- grids and distances with geometry
Answer: EJan 2006 / Sec. 6 / #7 --- distances from the origin
Answer: AMay 2007 / Sec. 2 / #18 -- counting lines from points
Answer: AOct 2007 / Sec. 9 / #12 -- reflection of a square across a line
Answer: DMay 2008 / Sec. 2 / #17 -- line segments tangent to circle
Answer: 4<x<5Oct 2009 / Sec. 4 / #18 -- slopes of lines
Answer: EJan 2011 / Sec. 5 / #17 -- vertices of a square
Answer: AJan 2011 / Sec. 8 / #12 -- vertex of parabola with slope of line
Answer: DJan 2012 / Sec. 5 / #14 -- parabola properties
Answer: EJan 2012 / Sec. 8 / #15 -- intersection of circle with axes
Answer: 5/3 or 1.66 or 1.67May 2012 / Sec. 3 / #16 -- equation of a line from two points

Answer: EJan 2007 / Sec. 2 / #20 -- perpendicular lines
Answer: 1/2May 2008 / Sec. 5 / #18 -- intersection of lines
Answer: COct 2010 / Sec. 2 / #19 -- slope and equation of a line

Solid Geometry & Visualization

Answer: EOct 2005 / Sec. 2 / #3 --- reflection symmetry of objects
Answer: BMay 2007 / Sec. 2 / #3 --- complete the circle
Answer: COct 2007 / Sec. 3 / #4 --- visualize object rotation
Answer: EMay 2008 / Sec. 2 / #4 --- edge lengths of a solid
Answer: AMay 2009 / Sec. 3 / #3 --- vertex distances in a cube
Answer: COct 2010 / Sec. 8 / #2 --- volume of a rectangular box

Answer: BMar 2005 / Sec. 5 / #8 --- right angles in a cube
Answer: DJan 2006 / Sec. 2 / #10 -- filling the volume of a cube
Answer: DJan 2007 / Sec. 2 / #5 --- visualize object rotation
Answer: 32Jan 2007 / Sec. 4 / #11 -- filling the volume of a box
Answer: CJan 2009 / Sec. 2 / #4 --- visualize object rotation

Answer: DMar 2005 / Sec. 8 / #9 --- filling the volume of a box
Answer: EOct 2005 / Sec. 8 / #7 --- tangent spheres
Answer: AOct 2006 / Sec. 8 / #11 -- area and volume of a cube
Answer: 8Oct 2008 / Sec. 7 / #15 -- volumes of spheres
Answer: COct 2008 / Sec. 9 / #5 --- volume of a rectangular solid
Answer: AJan 2010 / Sec. 7 / #4 --- sphere inscribed in cube
Answer: CJan 2010 / Sec. 9 / #11 -- face diagonals of cubes
Answer: AOct 2010 / Sec. 2 / #14 -- volume of a right circular cylinder
Answer: DMay 2012 / Sec. 6 / #9 --- visualize object w/ flat representation

Answer: COct 2005 / Sec. 2 / #14 -- right circular cylinder
Answer: BMay 2006 / Sec. 8 / #13 -- volumes of right circular cylinders
Answer: BJan 2007 / Sec. 2 / #18 -- box containing right circular cylinder
Answer: 2Oct 2007 / Sec. 6 / #16 -- volumes of cone and cylinder
Answer: CJan 2008 / Sec. 3 / #18 -- surface area of cubes
Answer: EMay 2008 / Sec. 8 / #13 -- volume of cubes
Answer: AJan 2009 / Sec. 4 / #17 -- volume of a rectangular solid
Answer: 6May 2009 / Sec. 6 / #17 -- volume of a sphere
Answer: 1000May 2010 / Sec. 5 / #17 -- volumes of rectangular solids
Answer: AJan 2011 / Sec. 8 / #14 -- volume of a cube
Answer: COct 2011 / Sec. 3 / #7 --- surface area of a right cylinder
Answer: 8/3 or 2.66 or 2.67Jan 2012 / Sec. 3 / #17 -- volumes of rectangular solids

Answer: EJan 2006 / Sec. 9 / #16 -- sphere inscribed in a cube
Answer: AOct 2006 / Sec. 3 / #19 -- dimensions of a pyramid
Answer: DMay 2007 / Sec. 7 / #16 -- cube inscribed in a sphere
Answer: BOct 2009 / Sec. 7 / #17 -- volume of prism with triangular base
Answer: DOct 2009 / Sec. 9 / #16 -- surface area of rectangular solid
Answer: CMay 2011 / Sec. 3 / #7 --- visualization of a pyramid
Answer: EMay 2011 / Sec. 8 / #16 -- volume and surface area of a cube

Data, Statistics, & Probability

Averages, Means, Medians, Modes

Answer: CMay 2006 / Sec. 3 / #2 --- averages with geometry
Answer: BOct 2006 / Sec. 3 / #3 --- averages with algebra
Answer: AMay 2007 / Sec. 4 / #1 --- averages with arithmetic
Answer: AMay 2011 / Sec. 6 / #3 --- median of data set from table
Answer: 22Oct 2011 / Sec. 3 / #11 -- averages with arithmetic
Answer: BOct 2011 / Sec. 8 / #3 --- averages with algebra

Answer: DOct 2005 / Sec. 8 / #6 --- medians with unknown number
Answer: BJan 2006 / Sec. 2 / #5 --- averages with unknown number
Answer: DJan 2007 / Sec. 4 / #3 --- properties of averages
Answer: DOct 2007 / Sec. 9 / #3 --- averages with algebra
Answer: 80Jan 2010 / Sec. 7 / #11 -- averages with added number
Answer: EJan 2011 / Sec. 2 / #3 --- averages with algebra
Answer: 20Jan 2011 / Sec. 2 / #11 -- medians with arithmetic
Answer: 17/2 or 8.5May 2011 / Sec. 3 / #11 -- averages with algebra
Answer: EJan 2012 / Sec. 5 / #12 -- average, median, and mode

Answer: EMar 2005 / Sec. 5 / #11 -- averages with arithmetic
Answer: BOct 2005 / Sec. 6 / #3 --- averages (in combination)
Answer: EMay 2006 / Sec. 8 / #14 -- medians with data table
Answer: DOct 2006 / Sec. 8 / #13 -- medians with unknown number
Answer: AJan 2007 / Sec. 2 / #12 -- medians and modes with unknown number
Answer: EMay 2007 / Sec. 2 / #11 -- averages with algebra
Answer: DOct 2007 / Sec. 3 / #7 --- averages with arithmetic, percents
Answer: DJan 2008 / Sec. 9 / #3 --- averages with arithmetic
Answer: DMay 2008 / Sec. 8 / #3 --- averages with arithmetic
Answer: BOct 2008 / Sec. 4 / #9 --- averages with algebra
Answer: 44, 45, 46, 47, or 48Oct 2008 / Sec. 7 / #13 -- medians with arithmetic
Answer: DJan 2009 / Sec. 8 / #12 -- medians with unknown number
Answer: COct 2009 / Sec. 4 / #7 --- averages with algebra
Answer: EMay 2010 / Sec. 2 / #13 -- averages with algebra
Answer: CJan 2011 / Sec. 8 / #9 --- averages with algebra (and triangle)
Answer: AOct 2011 / Sec. 7 / #10 -- medians of consecutive integers

Answer: CMar 2005 / Sec. 2 / #7 --- averages with algebra
Answer: EMay 2006 / Sec. 6 / #17 -- averages with algebra
Answer: 11Jan 2008 / Sec. 5 / #17 -- medians with unknown set length
Answer: DJan 2009 / Sec. 4 / #18 -- averages with arithmetic
Answer: DMay 2009 / Sec. 6 / #8 --- average, median, and mode
Answer: BOct 2010 / Sec. 2 / #15 -- averages with algebra
Answer: EMay 2012 / Sec. 8 / #13 -- medians with unknown number

Answer: EJan 2006 / Sec. 6 / #6 --- averages and medians, unknown numbers
Answer: AJan 2008 / Sec. 3 / #19 -- averages with algebra
Answer: AMay 2008 / Sec. 2 / #19 -- medians (with exponents)

Plots, Charts, Tables

Answer: CMar 2005 / Sec. 5 / #5 --- table comprehension
Answer: AMar 2005 / Sec. 8 / #3 --- bar graph (with averages)
Answer: EMay 2006 / Sec. 6 / #3 --- pie chart (with percents)
Answer: EOct 2006 / Sec. 7 / #1 --- pictogram (with arithmetic)
Answer: DOct 2006 / Sec. 8 / #1 --- bar graph (with arithmetic)
Answer: AJan 2007 / Sec. 2 / #3 --- line graph (with arithmetic)
Answer: DMay 2007 / Sec. 7 / #3 --- line graph interpolation
Answer: COct 2007 / Sec. 9 / #4 --- line graph comprehension
Answer: BMay 2008 / Sec. 8 / #2 --- line graph comprehension
Answer: DOct 2008 / Sec. 4 / #4 --- bar graph (frequency data)
Answer: 20Jan 2009 / Sec. 2 / #11 -- bar graph (with averages)
Answer: CJan 2009 / Sec. 4 / #1 --- scatterplot comprehension
Answer: EMay 2009 / Sec. 8 / #3 --- pictogram with averages
Answer: EOct 2009 / Sec. 7 / #3 --- pictogram with arithmetic
Answer: COct 2009 / Sec. 7 / #7 --- bar graph (with arithmetic)
Answer: DJan 2010 / Sec. 3 / #2 --- pictogram (with counting)
Answer: DJan 2010 / Sec. 9 / #4 --- line graph comprehension
Answer: BMay 2010 / Sec. 2 / #4 --- line graph (with arithmetic)
Answer: DOct 2010 / Sec. 2 / #3 --- scatterplot with interpolation
Answer: DOct 2010 / Sec. 6 / #3 --- pie chart (with percents)
Answer: 6000Oct 2010 / Sec. 6 / #12 -- pictogram with arithmetic
Answer: AOct 2010 / Sec. 8 / #3 --- bar graph (with arithmetic)
Answer: DJan 2011 / Sec. 8 / #5 --- line graph interpolation
Answer: DOct 2011 / Sec. 3 / #3 --- line graph comprehension
Answer: DJan 2012 / Sec. 5 / #4 --- line graph comprehension
Answer: CJan 2012 / Sec. 8 / #3 --- bar graph (with arithmetic)
Answer: BMay 2012 / Sec. 6 / #3 --- line graph comprehension (w/ increases)

Answer: COct 2005 / Sec. 2 / #6 --- pie chart (with percents)
Answer: 1300Oct 2005 / Sec. 6 / #11 -- table comprehension
Answer: BMay 2006 / Sec. 6 / #5 --- scatterplot with linear interpolation
Answer: DJan 2007 / Sec. 2 / #11 -- scatterplot with linear interpolation
Answer: DMay 2007 / Sec. 2 / #4 --- pie chart (with percents)
Answer: 1992May 2007 / Sec. 4 / #13 -- scatterplot with absolute value
Answer: BJan 2008 / Sec. 5 / #4 --- pie chart and bar graph
Answer: AMay 2008 / Sec. 5 / #3 --- table comprehension
Answer: DOct 2008 / Sec. 7 / #4 --- pie chart (with percents)
Answer: EJan 2009 / Sec. 8 / #4 --- pie chart (with percents)
Answer: DMay 2009 / Sec. 3 / #7 --- table comprehension
Answer: 1800Oct 2009 / Sec. 4 / #11 -- pie chart (with percents)
Answer: COct 2009 / Sec. 9 / #4 --- line graph
Answer: EJan 2010 / Sec. 7 / #3 --- pie chart (with percents)
Answer: 3250Jan 2010 / Sec. 7 / #13 -- line graph comprehension
Answer: AJan 2010 / Sec. 9 / #8 --- scatterplot with linear interpolation
Answer: AMay 2010 / Sec. 5 / #4 --- table comprehension with arithmetic
Answer: 72May 2010 / Sec. 5 / #11 -- pie chart (with percents)
Answer: DJan 2011 / Sec. 5 / #7 --- bar graph (with arithmetic)
Answer: DMay 2011 / Sec. 3 / #5 --- pictogram (with arithmetic)
Answer: CMay 2011 / Sec. 6 / #9 --- pie chart (with percents)
Answer: 1700Jan 2012 / Sec. 3 / #11 -- table comprehension with arithmetic
Answer: DMay 2012 / Sec. 3 / #3 --- pictogram with averages
Answer: 3May 2012 / Sec. 3 / #12 -- table completion with arithmetic

Answer: CMar 2005 / Sec. 8 / #7 --- line graph comparison
Answer: BOct 2005 / Sec. 8 / #8 --- table arithmetic (with averages)
Answer: DJan 2006 / Sec. 9 / #7 --- tables and arithmetic
Answer: DMay 2006 / Sec. 8 / #11 -- bar graph (with percents)
Answer: CJan 2007 / Sec. 2 / #4 --- pie chart (central angle)
Answer: 1750Jan 2007 / Sec. 4 / #13 -- table arithmetic (with averages)
Answer: CMay 2007 / Sec. 7 / #9 --- table arithmetic
Answer: EOct 2007 / Sec. 3 / #10 -- pie chart comparison
Answer: CJan 2008 / Sec. 3 / #6 --- bar graph (with percents)
Answer: 5May 2008 / Sec. 5 / #14 -- scatterplot with medians
Answer: BOct 2008 / Sec. 9 / #9 --- line graph comprehension
Answer: DOct 2008 / Sec. 9 / #10 -- line graph comprehension
Answer: DMay 2009 / Sec. 8 / #9 --- scatterplot comprehension
Answer: 420Jan 2011 / Sec. 2 / #14 -- pie chart (with percents and arithmetic)
Answer: EJan 2011 / Sec. 5 / #9 --- table arithmetic (with ratios)
Answer: BMay 2011 / Sec. 6 / #15 -- bar graph (with ratios)
Answer: BMay 2011 / Sec. 8 / #8 --- line graph (with percents)
Answer: DOct 2011 / Sec. 7 / #12 -- scatterplot comprehension
Answer: EJan 2012 / Sec. 3 / #4 --- pictogram with fractions
Answer: BMay 2012 / Sec. 8 / #8 --- bar graph, with distance from rate

Answer: 1/3Mar 2005 / Sec. 2 / #17 -- line graph (with algebra)
Answer: EJan 2006 / Sec. 9 / #12 -- bar graph comprehension
Answer: BJan 2008 / Sec. 3 / #16 -- table comprehension
Answer: BOct 2009 / Sec. 9 / #15 -- linear fit to graph data
Answer: EMay 2010 / Sec. 8 / #15 -- best-fit line to scatterplot
Answer: AOct 2011 / Sec. 8 / #13 -- pie chart / circle graph (with percents)
Answer: 4/5 or .8May 2012 / Sec. 3 / #17 -- pie chart / circle graph (with percents)

Answer: CJan 2006 / Sec. 2 / #19 -- line graph (with percents)
Answer: DJan 2007 / Sec. 7 / #15 -- pie chart (with algebra)
Answer: AMay 2010 / Sec. 2 / #18 -- bar graph, with median

Probability

Answer: CMay 2007 / Sec. 2 / #2 --- forward calculation
Answer: DOct 2007 / Sec. 6 / #2 --- forward calculation
Answer: EJan 2008 / Sec. 9 / #10 -- forward calculation of not(event)
Answer: BMay 2008 / Sec. 2 / #5 --- forward calculation
Answer: BMay 2010 / Sec. 8 / #2 --- forward calculation

Answer: 15Oct 2006 / Sec. 7 / #11 -- reverse calculation
Answer: AMay 2009 / Sec. 3 / #6 --- forward calculation with geometry
Answer: AOct 2009 / Sec. 7 / #5 --- forward calculation with counting
Answer: CMay 2012 / Sec. 6 / #7 --- forward calculation with multiples

Answer: BMar 2005 / Sec. 8 / #11 -- forward calculation with table
Answer: COct 2005 / Sec. 2 / #12 -- forward calculation with integers
Answer: BMay 2006 / Sec. 3 / #4 --- reverse calculation with algebra
Answer: AJan 2007 / Sec. 7 / #8 --- reverse calculation with arithmetic
Answer: BJan 2009 / Sec. 2 / #6 --- forward calculation with sets
Answer: AJan 2010 / Sec. 3 / #13 -- with permutations
Answer: DJan 2011 / Sec. 8 / #13 -- forward calculation of not(event)
Answer: EJan 2012 / Sec. 8 / #10 -- forward calculation with fractions

Answer: 5/9Jan 2006 / Sec. 6 / #16 -- with factors and sets
Answer: AMay 2011 / Sec. 8 / #13 -- with coordinate geometry
Answer: 4/5 or .8Oct 2011 / Sec. 3 / #15 -- forward calculation of not(event)

Answer: BOct 2010 / Sec. 8 / #16 -- forward calculation with counting

Index Of SAT Math Questions By Topic